Digital Level Layers for Digital Curve Decomposition and Vectorization

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Communicated by Bertrand Kerautret
Demo edited by Bertrand Kerautret

Abstract

The purpose of this paper is to present Digital Level Layers and show the motivations for working with such analytical primitives in the framework of Digital Geometry. We first compare their properties to morphological and topological counterparts, and then we explain how to recognize them and use them to decompose or vectorize digital curves and contours.

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  Software Heritage Archive @softwareversion{sw-ipol.2014.67, title = {{Digital Level Layers for Digital Curve Decomposition and Vectorization}}, author = {Laurent Provot, Yan Gerard, Fabien Feschet}, date = {2013-02-10}, license = {GPL-3.0-or-later}, version = {1.0}, swhid = {swh:1:dir:0a2797210b296496cf4615b47c1ba7f83f46f743;origin=https://doi.org/10.5201/ipol.2014.67;visit=swh:1:snp:7dc8dd09876017697ed8110cd496ceddf5652ecf;anchor=swh:1:rel:3d37bdf67deb3d3b531716c0885ee049e2b8aa43}, related = {ipol.2014.67}, relatedtype = "Reference article: https://doi.org/10.5201/ipol.2014.67" } % the biblatex-software style extension is recommended for software bibitems
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History

• Note from the editor: the manuscript of the article was modified on 2022-01-01 to include information about its editors. The original version of the manuscript is available here.